Жаңа сабақ:
Оқушыларға өсімдіктердің жапырақтары, бұтақтары таратылады.
Тапсырма: Өсімдіктің бұтағын,немесе жапырағын сындырып көрсе, не болады?
Қорытынды:
Өсімдік құрамының көп бөлігі судан тұрады. Кез -келген өсімдіктің жапырағының, сабағының сынған жерін байқасаң шырыны шығады. Бұл өсімдік бойындағы су. Суды өсімдік тамыры топырақ арқылы сіңіреді. Топырақтағы қоректік заттардың бәрі өсімдікке сумен араласып барады. минерал тұздар өсімдікке топырақтан су ерітіндісі түрінде өтеді.
Сумен бірге өсімдік көмірқышқыл газын сіңіредіАуаны тазартып,оттегі шығарады.
Әр топқа тапсырмалар беріліп, топта талқыланады.
1 топ- Жапырақтың сыртқы құрылысы
2 топ- Жапырақтардың орналасуы
3 топ – Жапырақтың тіршілік ету мерзімі
4 топ – Жапырақтың түрлері
ФБ: (топтық тапсырма) ең жақсы баяндамашыны жұдырық және алақан арқылы бағалаймыз.
Оқушылардың басым бөлігі: Сурет арқылы мағынаны ашу.
Бұл қандай ағаштың жапырақтары
(Ұ) Оқушыларға өсімдік жапырақтарының оттекті бөлу үдерісін бейнелейтін суреттер жинағын көрсету.
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)
.
(Т) Топтарға бірігіп, өсімдік жапырақтарының оттекті бөлу үдерісін талқылап, өз болжамдарын қорғау үшін дәлелдер келтіруді ұсыну. Бұл үшін әр топ бақылау жоспарын құрады (оқушылар өсімдіктердің бейнесі бар фото, энциклопедияларды, т.б. пайдаланады).
Мұғалімнің іс-әрекеті:
Фотосинтез бен тыныс алуды неліктен бір-бірінен қарама-қарсы процесс. Фотосинтез кезінде:
1.Көмірқышқыл газы мен суды пайдаланады.
2.Нәтижесінде органикалық зат түзіліп, судың ыдырауынан оттегі бос күйінде бөлінеді.
3.Жарық энергиясы сіңіріледі.
4.Тек жасыл өсімдіктердің хлоропластарында жүреді.
5. Тек жарықта ғана жүреді.
6.Өсімдіктің салмағы артады.
Тыныс алу кезінде:
1. Органикалық зат пен оттегін пайдаланады.
2.Органикалық зат ыдырап,көмірқышқыл газы мен су бөлінеді.
3.Органикалық заттың энергиясы босап шығады.
4.Барлық тірі жасушаларда жүреді.
5.Күндіз де, түнде де ұдайы болады.
6. Өсімдіктің салмағы кемиді.
Кестені толтыру:
Білемін
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